Instabilities of Coupled Quasi-Homoclinic Limit Cycles

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概要

• 論文の詳細を見る

• It has been recently shown that the continuous coupling of non-linear oscillators close to an Andronov homoclinic bifurcation generically leads to two types of instabilities : a self-focusing Kuramoto like instability or a finite wavelength period doubling instability.The purpose of this paper is to study simple examples where these instabilities have been observed.It includes the coupling of two pendula, the sine-Gordon chain and the coupling of dissipative non-linear oscillators.

• 理論物理学刊行会の論文
• 2000-07-14

著者

• COULLET Pierre

  Institut Non Lineaire de Nice

• Coullet Pierre

  Institut Non-lineaire De Nice 1361 Route Des Lucioles

• VANDENBERGHE Nicolas

  Institut Non-Lineaire de Nice 1361, Route des Lucioles

• Vandenberghe Nicolas

  Institut Non-lineaire De Nice 1361 Route Des Lucioles

関連論文

• Qualitative Theory of Stable Stationary Localized Structures in One Dimension
• Instabilities of Coupled Quasi-Homoclinic Limit Cycles

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